#These are the commands used to verify that 0-surgery on the component $C$ in the link $L_m \cup \alpha$ yields a hyperbolic 3-manifold with volume roughly 11.

A=Manifold('DT: [(18,12,22,24,-26,20,6,-8),(10,2,4),(-14,16)]')

A.dehn_fill((0,1),1)

B=A.filled_triangulation()

B.solution_type()

B.volume()
